From 45c45bb838e946aa6045698dfd420f7315eb7986 Mon Sep 17 00:00:00 2001 From: Dan Buch Date: Wed, 19 Dec 2012 00:06:15 -0500 Subject: [PATCH] Wrapping base64-encoded files at 76 chars like it should be! --- conway/web.go | 26 +- conway/web_assets.go | 642 ++++++++++++++++++++++++++++++++++++++- conway/web_assets/gen.go | 83 ++++- 3 files changed, 730 insertions(+), 21 deletions(-) diff --git a/conway/web.go b/conway/web.go index 06cc1d9..0cbc22c 100644 --- a/conway/web.go +++ b/conway/web.go @@ -39,24 +39,24 @@ var WebAssets webAssetStrings func init() { rand.Seed(time.Now().UTC().UnixNano()) - jqmin, err := fromGzB64(JQUERY_MIN_JS) - if err != nil { - log.Fatal("Failed to decode internal jquery.min.js") - } - WebAssets.JqueryMinJS = jqmin - - normCss, err := fromGzB64(NORMALIZE_CSS) - if err != nil { - log.Fatal("Failed to decode internal normalize.css") - } - WebAssets.NormalizeCSS = normCss - idxHt, err := fromGzB64(GAME_OF_LIFE_INDEX_HTML) if err != nil { - log.Fatal("Failed to decode internal index.html") + log.Fatal("Failed to decode internal index.html: ", err) } WebAssets.IndexHTML = idxHt + + normCss, err := fromGzB64(NORMALIZE_CSS) + if err != nil { + log.Fatal("Failed to decode internal normalize.css: ", err) + } + WebAssets.NormalizeCSS = normCss + + jqmin, err := fromGzB64(JQUERY_MIN_JS) + if err != nil { + log.Fatal("Failed to decode internal jquery.min.js: ", err) + } + WebAssets.JqueryMinJS = jqmin } func fromGzB64(input string) ([]byte, error) { diff --git a/conway/web_assets.go b/conway/web_assets.go index d2198c7..4a29b7f 100644 --- a/conway/web_assets.go +++ b/conway/web_assets.go @@ -1,7 +1,643 @@ +// WARNING: GENERATED FILE, NERDS! 2012-12-19 00:05:27.733288 -0500 EST package conway const ( - GAME_OF_LIFE_INDEX_HTML = `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` - NORMALIZE_CSS = `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` - JQUERY_MIN_JS = `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"encoding/base64" "errors" "fmt" + "io" "io/ioutil" "log" "net/http" "os" + "strings" "text/template" "time" ) +const b64Width = 76 + var ( webAssetsTmpl = template.Must(template.New("web_assets").Parse("" + + "// WARNING: GENERATED FILE, NERDS! {{.Now}}\n" + "package conway\n" + "\n" + "const (\n" + @@ -40,13 +45,77 @@ func die(err error) { } func toB64(input []byte) string { - return base64.StdEncoding.EncodeToString(input) + var ( + err error + out bytes.Buffer + ) + encoded := base64.StdEncoding.EncodeToString(input) + lenEncoded := len(encoded) + + outbuf := bufio.NewWriter(&out) + inbuf := strings.NewReader(encoded) + + outbuf.WriteByte('\n') + if err != nil { + die(err) + } + + nWritten := 0 + for { + for n := 0; n < b64Width; n++ { + c, err := inbuf.ReadByte() + if err == io.EOF { + break + } + + if err != nil { + die(err) + } + + err = outbuf.WriteByte(c) + if err != nil { + die(err) + } + + nWritten++ + } + + _, err := inbuf.ReadByte() + if err == io.EOF { + break + } + + if err != nil { + die(err) + } + + err = inbuf.UnreadByte() + if err != nil { + die(err) + } + + err = outbuf.WriteByte('\n') + if err != nil { + die(err) + } + } + + if nWritten != lenEncoded { + die(errors.New(fmt.Sprintf("base64-encoded length = %d, but wrote %d", + lenEncoded, nWritten))) + } + + outbuf.Flush() + return string(out.Bytes()) } func toGz(input []byte) []byte { var buf bytes.Buffer - zwriter := gzip.NewWriter(&buf) + zwriter, err := gzip.NewWriterLevel(&buf, gzip.BestCompression) + if err != nil { + die(err) + } zbuf := bufio.NewWriter(zwriter) @@ -94,15 +163,19 @@ func fetchIndexHtml(indexHtmlPath string) []byte { return body } +func toB64Gz(input []byte) string { + return string(toB64(toGz(input))) +} + func main() { if len(os.Args) < 2 { die(errors.New(fmt.Sprintf("Usage: %s ", os.Args[0]))) } assets := &webAssetStrings{ - IndexHTML: toB64(toGz(fetchIndexHtml(os.Args[1]))), - NormalizeCSS: toB64(toGz(fetchUrl(normalizeCssUrl))), - JqueryMinJS: toB64(toGz(fetchUrl(jqueryMinJsUrl))), + IndexHTML: toB64Gz(fetchIndexHtml(os.Args[1])), + NormalizeCSS: toB64Gz(fetchUrl(normalizeCssUrl)), + JqueryMinJS: toB64Gz(fetchUrl(jqueryMinJsUrl)), Now: time.Now(), }